Bulletin of Pure & Applied Sciences- Mathematics and Statistics
  • Year: 2018
  • Volume: 37e
  • Issue: 1

A Condition on the Masses of Composite Particles

Research Foundation of Southern California, 8837 Villa La Jolla Drive #13595, La Jolla, CA-92039

*Corresponding Author: Simon Davis, Research Foundation of Southern California, 8837 Villa La Jolla Drive #13595, La Jolla, CA 92039 E-mail: sbdavis@resfdnsca.org

MSC: 11E25, 17C60, 55R25

Abstract

Based on the recent formulation of the standard model with the spinor space given by a direct sum of tensor products of modules isomorphic to division algebras, these algebras are used to derive an expression for masses of elementary particles. It is shown that the formula derived for the tensor product of states is consistent with the Lagrangian model of composite particles.

Keywords

composite mass formula, bound states